Archer has been using BMW's marketing Web site. This is a <u>true</u> statement.
<u>Explanation</u>:
A website is a collection of web pages that provides content related to the search. Many businesses have separate website for featuring and selling their product.
In the above scenario, Stephanie was surfing marketing website of the BMW Company. She wishes to purchase a BMW convertible car. So she was saving money to purchase it. Stephanie spent many hours on the BMW website to study about the various options and models available in the car. She was also choosing the interior and exterior colors of the car.
Answer:
$918.89
Explanation:
For computing the current price of the bond we need to apply the present value formula i.e to be shown in the attachment
Given that,
Future value = $1,000
Rate of interest = 8% ÷ 2 = 4%
NPER = 5 years × 2 = 10 years
PMT = $1,000 × 6% ÷ 2 = $30
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after applying the above formula, the current price of the bond is $918.89
Answer:
The correct word for the blank space is: value chain.
Explanation:
American economist Michael E. Porter (<em>born in 1947</em>) coined the term value chain to denote the interrelated operating activities businesses perform during the process of converting raw materials into finished products. The goal in value chain analysis is to find ways to add value to the product along each part of the process and do so at the lowest possible cost.
Answer:
$ 480 000
Explanation:
Assets : $700 000(@ beginning of year )
$100 000 increase (during year )
700 000+100 000=$800 000(@end of year)
Liabilities : $400 000(@ begininng of year )
$80 000 decrease (@ during of year)
400 000-80 000=$320 000 (@end of year)
Asset = Equity + Liability
Amount of owner’s equity at the end of the year (let x = owners equity)
800 000= x + 320 000
x= 800 000 - 320 000=$480 000
Answer:
a. Amount to invest in Y
The amount that will be invested in Stock Y should be such that the expected return of the portfolio would equal 12.1%.
This would be determined by the weights of the stock.
Assume the weight to be invested in X is x.
Portfolio return = (weight of X * Return of X) + (weight of Y * Return of Y)
12.1% = (x * 10.28%) + ( (1 - x) * 7.52%)
0.121 = 0.1028x + 0.0752 - 0.0752x
0.121 - 0.0752 = 0.1028x - 0.0752x
0.0458 = 0.0276x
x = 0.0458 / 0.0276
= 1.6594
Weight in stock Y:
= 1 - 1.6594
= -0.6594
Amount to invest in Y:
= -0.6594 * 100,000
= -$65,940
b. Portfolio beta
It will be a weighted average of the betas of the two stocks:
= (Weight of stock X * Stock X Beta) + ( Weight of stock Y * Stock Y beta)
= (1.6594 * 1.20) + (-0.6594 * 0.80)
= 1.46
